Chapter 2 SUmmative Flashcards

1
Q

What is a significant figure?

A

Measurement needed to convey precision; Digits in a number that carry meaning contributing to its measurement

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2
Q

How many significant figures are in the number 0.0001. Why?

A

One; Because all leading zeroes are not considered significant

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3
Q

How many significant figures are in the number 0.005200?

A

Four; Because leading zeroes ar e not considered significant, while any numbers after .0052 are significant because they measure precision.

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4
Q

How many significant figures are in 370.

A

All 3; Because since the decimal point is there, it shows that the measurement was measured to be exactly 370.

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5
Q

How many sig figs are in 10.0?

A

3; Because the zero further shows precision of the measurement.

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6
Q

How many sig figs are in the number 701.802

A

6; because when you have non zero digits on both ends, all numbers in between are significant

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7
Q

How many sig figs are in 37000?

A

2; Because the zeroes after are not precise because there are no decimal points to show precision.

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8
Q

How would you show more precision with sig fig?

A

You would put a decimal point in to show where you measured to.

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9
Q

What happens if you add or subtract sig figs?

A

If you add or subtract, the answer is
rounded to the same number of decimal
places as the measurement with the least
number of decimal places.

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10
Q

What happens if you multiply or divide sig figs?

A

the answer is rounded off to the number
of significant figures in the least precise
term used in the calculation (i.e. the
number with the fewest sig figs).

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11
Q

What is scientific notation?

A

Scientific notation is the way that scientists easily handle very large numbers or very small numbers. For example, instead of writing 0.0000000056, we write 5.6 x 10-9.

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12
Q

What are the steps of scientific notation?

A

1) move the decimal point to obtain a coefficient that is at least 1 but less than 10.
2) move decimal place to the right or left and express this as a power (right= negative, left=positive)
3) Write the product of coefficient multiplied by 10

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13
Q

How do you do dimensional analysis?

A

You do the amount of the unit multiplied by (usually) the single unit on the denominator and how many of that go into the top on the numerator.
x * y/x or x * a/x * x/b etc.

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14
Q

How do the metric symbols (Tera, giga, hexa, deci, etc) work with dimensional analysis?

A

Use the acronym (The greatest man King Henry doesn’t usually drink chocolate milk minding nasty people)
-From the world Usually, which is 10^0, work outwards.
For example, for deci, it would be 10 of the units that fit into the centra; unit. For milli, it would be 1000.
-Just simply work outwards from base unit

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15
Q

what is the difference between precision and accuracy

A

Accuracy is how close a measurement comes to the truth, such as how close darts are to the bullseye; Precision is how close a measurement comes to another measurement, like how close two darts come to one another

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16
Q

How is accuracy calculated?

A

Accepted value/ experimental value (value you got)/ accepted value * 100

17
Q

How is precision calculated?

A

(average of all measurements/acual)